Value at Risk Flashcards

1
Q

How is risk measured in equity markets?

A

Standard deviation or beta.

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2
Q

What measures of risk exist in bond markets?

A

Volatility, duration, convexity.

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3
Q

What measures of risk exist in options markets?

A

Delta, gamma, theta, etc.

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4
Q

What does VaR measure?

A

The expected loss from an adverse market movement with a specified confidence level over a particular time period.

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5
Q

How is the probability of loss denoted in VaR?

A

By the confidence level \alpha

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6
Q

What happens if a bank faces a capital shortfall?

A
  • Banking supervisors scrutinize it.
    • Risky business may need to be reduced or shut down.
    • Its banking license could be revoked.
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7
Q

How does Modern Portfolio Theory (MPT) help investors?

A

It allows investors to assess diversification benefits in a given portfolio.

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8
Q

What does standard deviation measure in MPT?

A

Uncertainty, not risk.

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9
Q

What are the two main approaches to calculating VaR?

A
  1. Historical Simulation Method – Uses past market data to estimate VaR.
    1. Model-Building Approach – Assumes probability distributions for market returns and calculates VaR analytically.
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10
Q

What is the advantage of the model-building approach?

A

It allows for analytical calculation without relying on historical data.

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11
Q

What time horizon do regulators usually require for capital charges?

A

h days with a 99% confidence level.

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12
Q

How is multi-day VaR usually calculated?

A

By calculating a one-day 99% VaR and then scaling it appropriately.

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13
Q

What type of risk do investors care most about?

A

Downside risk (likelihood of losses).

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14
Q

Why is standard deviation not the best measure of downside risk?

A

It equally weights both upside and downside price movements

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15
Q

What are three key advantages of VaR?

A
  1. Captures risk in a single number.
    1. Easy to understand.
    2. Answers the question: “How bad can things get?”
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16
Q

What is a major limitation of VaR?

A

It does not account well for fat tails, where extreme losses are more likely than normal distribution predicts.

17
Q

Why does this limitation matter?

A

Asset returns often exhibit fat tails, meaning extreme losses are more probable than VaR suggests.

18
Q

What does CVaR measure?

A

The severity of losses beyond the VaR threshold.

19
Q

Why is CVaR useful?

A

It provides a better understanding of extreme losses compared to standard VaR.